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Answer :
The table given is an example of how to compare a resistor's manufacturer's value to the measured value and calculate the relative uncertainty.
To find out the relative uncertainty in % of your measurement for the resistance of the 2-kiloOhm resistor, we will have to refer to the table first.
As we can see, the table doesn't contain any value for the 2-kiloOhm resistor, but we can still calculate its relative uncertainty.
Let us calculate the relative uncertainty in % of a few resistors from the given table and then find the solution to the problem given:
For resistor 4, \% different = 0.70%,
Measured value = 99.3,
Manufacturer value = 100.
relative uncertainty = (0.70/100) * (100/99.3) * 100 = 0.706%.
Similarly, for resistor 5, \% different = 0.09%,
Measured value = 219.8,
Manufacturer value = 220.
relative uncertainty = (0.09/100) * (100/219.8) * 100 = 0.040%.
Now, to find out the relative uncertainty in % of the 2-kiloOhm resistor, we can use the above formula with the given values as follows:
Measured value = 2000,
Manufacturer value = 2000,
\% different = (0/2000) * 100 = 0
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